change the cartesian integral into an equivalent polar integral:

change the cartesian integral into an equivalent polar integral:

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\[\int\limits_{\sqrt{2}}^{2}\int\limits_{\sqrt{4-y^{2}}}^{y} dx dy\]

|dw:1353881320734:dw|i think this is what it looks like at least

remember that x=rcos(t)
y=rsin(t)
and r=sqrt(x^2+y^2), but thats really already given as 2

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